Уплотняющее кольцо, коленчатый вал Corteco 12001157 / BASLVI
| |
|
Основная информация о запчасти |
Номер производителя | 12001157 |
Сравнительный (торговый) номер: | BASLVI |
Производитель (бренд): | Corteco |
Название детали: | Уплотняющее кольцо, коленчатый вал |
Внутренний диаметр | 20 |
Наружный диаметр O 1 (мм) | 40 |
Высота 1 (в мм) | 7 |
Материал | FPM (фторкаучук/витон) |
Защита от пыли | с пылезащитным краем |
| |
Оригинальные номера по данным производителя |
32389 | CAGIVA |
347166 | PIAGGIO |
800032389 | CAGIVA |
| |
Дополнительные изображения аналогов (не производителя) |
![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkI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) |
|